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数学思想是数学内容的进一步提炼和概括,是对数学内容的一种本质认识,数学方法是实施有关数学思想的一种方式、途径、手段,数学思想方法是数学发现、发明的关键和动力.抓住数学思想方法,善于迅速调用数学思想方法,更是提高解题能力根本之所在.因此,在复习时要注意体会教材例题、习题以及中考试题中所体现的数学思想和方法,培养用数学思想方法解决问题的意识.
Mathematical thinking is the further refinement and generalization of mathematics content. It is an essential understanding of mathematics content. Mathematical methods are a way, a means, and a means to implement mathematical thinking. Mathematical thinking and methods are the key to dynamic mathematics discovery and invention. Grasping mathematical thinking methods, good at quickly invoking mathematics thinking methods, but also is to improve the ability to solve the problem lies. Therefore, when reviewing should pay attention to the understanding of examples of teaching materials, exercises and middle exam questions embodied in the mathematical ideas and methods, training with mathematics Way of thinking to solve problems.